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Gain saturation properties of a semiconductor gain medium with tensile and compressive strain quantum wells

机译:具有拉伸和压缩应变量子阱的半导体增益介质的增益饱和特性

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Gain saturation properties of a multiple-quantum-well structure with both tensile and compressively strained quantum wells are investigated analytically. This type of structure has recently been experimentally demonstrated to serve as a basis for the implementation of a two-polarization/two-frequency laser and polarization insensitive travelling wave(TW) amplifier. The performance of these devices strongly depends on the interaction between the TE and TM gains of the structure. The gain medium model appropriate for this type of structure is developed and the rate equation approach is used to describe the saturation properties of TE/TM gains and the coupling between the TE and TM gains due to gain saturation. The minimum amount of coupling between the two is governed by the basic symmetry of the light-hole wavefunction which interacts with photons of both polarization: photon cross-coupling. The finite rate of carrier escape from the quantum wells provides for carrier induced coupling between the populations of the two well types and therefore also couples TE and TM gains: carrier cross-coupling. The performance of a polarization insensitive amplifier, laser, and polarization control element is evaluated as a function of the amount of carrier cross-coupling, which is a structure dependent parameter. A structure with high degree of cross-coupling is desirable for polarization insensitive TW amplifier, while two-polarization lasers and polarization control elements require minimum cross-coupling.
机译:通过分析研究了具有拉伸应变和压缩应变量子阱的多量子阱结构的增益饱和特性。最近已通过实验证明了这种类型的结构,可作为实现两偏振/两频激光和偏振不敏感行波(TW)放大器的基础。这些器件的性能在很大程度上取决于结构的TE和TM增益之间的相互作用。建立适用于这种结构的增益介质模型,并使用速率方程方法描述TE / TM增益的饱和特性以及由于增益饱和而导致的TE和TM增益之间的耦合。两者之间的最小耦合量由与两个偏振光子相互作用的光孔波函数的基本对称性决定:光子交叉耦合。载流子从量子阱中逸出的有限速率提供了载流子引起的两种阱类型的种群之间的耦合,因此也耦合了TE和TM增益:载流子交叉耦合。极化不敏感放大器,激光器和极化控制元件的性能根据载流子交叉耦合量的函数进行评估,该函数是与结构相关的参数。对于偏振不敏感的TW放大器,需要具有高度交叉耦合的结构,而两偏振激光器和偏振控制元件则需要最小的交叉耦合。

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